{
 "cells": [
  {
   "cell_type": "code",
   "execution_count": 1,
   "metadata": {},
   "outputs": [],
   "source": [
    "%load_ext autoreload\n",
    "%autoreload 2\n",
    "%matplotlib inline\n",
    "\n",
    "import torch\n",
    "import torch.nn as nn\n",
    "import torch.nn.functional as F\n",
    "import torchvision\n",
    "\n",
    "from tqdm import tqdm\n",
    "import numpy as np\n",
    "import matplotlib.pyplot as plt\n",
    "plt.rcParams['figure.figsize'] = (20, 12)\n",
    "\n",
    "import sys\n",
    "sys.path.insert(0, '../')\n",
    "\n",
    "from dataloader.cityscapes import CityScapesDataset\n",
    "from models.discriminator import SPADEDiscriminator, custom_model1, custom_model2\n",
    "from models.spade import SPADE\n",
    "from models.spade_resblk import SPADEResBlk\n",
    "from models.generator import SPADEGenerator\n",
    "from models.ganloss import GANLoss"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "## Step1: Get Data"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 2,
   "metadata": {},
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "Found 2975 train images\n",
      "Found 500 val images\n"
     ]
    }
   ],
   "source": [
    "path = '/home/kushaj/Desktop/Data/City Scape Dataset'\n",
    "dataset = {\n",
    "    x: CityScapesDataset(path, split=x, is_transform=True) for x in ['train', 'val']\n",
    "}\n",
    "\n",
    "data = {\n",
    "    x: torch.utils.data.DataLoader(dataset[x], \n",
    "                  batch_size=4, \n",
    "                  shuffle=True, \n",
    "                  num_workers=4,\n",
    "                  drop_last=True) for x in ['train', 'val']\n",
    "}"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 3,
   "metadata": {},
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "torch.Size([4, 3, 64, 64])\n",
      "torch.Size([4, 1, 64, 64])\n"
     ]
    }
   ],
   "source": [
    "# Print images to see data is loading properly\n",
    "iterator = iter(data['train'])\n",
    "img, seg = next(iterator)\n",
    "print(img.size())\n",
    "print(seg.size())"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 4,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "image/png": 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\n",
      "text/plain": [
       "<Figure size 720x432 with 1 Axes>"
      ]
     },
     "metadata": {
      "needs_background": "light"
     },
     "output_type": "display_data"
    }
   ],
   "source": [
    "plt.rcParams['figure.figsize'] = (10, 6)\n",
    "# Plotting functions for true image\n",
    "def imshow(img):\n",
    "    img = img.numpy().transpose((1, 2, 0))\n",
    "    plt.imshow(img)\n",
    "    plt.pause(0.001)\n",
    "    \n",
    "grid_img = torchvision.utils.make_grid(img, nrow=4)\n",
    "imshow(grid_img)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 5,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "image/png": 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\n",
      "text/plain": [
       "<Figure size 720x432 with 1 Axes>"
      ]
     },
     "metadata": {
      "needs_background": "light"
     },
     "output_type": "display_data"
    }
   ],
   "source": [
    "segmap = torch.zeros(seg.size(0), 3, seg.size(2), seg.size(3))\n",
    "# Plotting function for segmentation task\n",
    "for i, a in enumerate(seg):\n",
    "    image = a.squeeze()\n",
    "    image = image.numpy()\n",
    "    image = dataset['train'].decode_segmap(image)\n",
    "    image = image.transpose((2, 0, 1))\n",
    "    image = torch.from_numpy(image)\n",
    "    segmap[i] = image\n",
    "    \n",
    "def imshow_seg(image):\n",
    "    image = image.numpy().transpose((1, 2, 0))\n",
    "    plt.imshow(image)\n",
    "    plt.pause(0.001)\n",
    "    \n",
    "grid_img = torchvision.utils.make_grid(segmap, nrow=4)\n",
    "imshow_seg(grid_img)"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "## Step2: Create models"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 6,
   "metadata": {},
   "outputs": [],
   "source": [
    "# Create class to resemble argparse\n",
    "class Args:\n",
    "    def __init__(self, spade_filter=128, spade_kernel=3, spade_resblk_kernel=3, gen_input_size=256, gen_hidden_size=16384):\n",
    "        self.spade_filter = spade_filter\n",
    "        self.spade_kernel = spade_kernel\n",
    "        self.spade_resblk_kernel = spade_resblk_kernel\n",
    "        self.gen_input_size = gen_input_size\n",
    "        self.gen_hidden_size = gen_hidden_size\n",
    "        \n",
    "        if gen_hidden_size%16 != 0:\n",
    "            print(\"Gen hidden size not multiple of 16\")\n",
    "\n",
    "spade_filter = 64\n",
    "gen_input_size = 256\n",
    "gen_hidden_size = 128 * 16\n",
    "args = Args(spade_filter, 3, 3, gen_input_size, gen_hidden_size)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 7,
   "metadata": {},
   "outputs": [],
   "source": [
    "class Generator(nn.Module):\n",
    "    def __init__(self, args):\n",
    "        super().__init__()\n",
    "        self.linear = nn.Linear(args.gen_input_size, args.gen_hidden_size)\n",
    "        self.spade_resblk1 = SPADEResBlk(args, 128)\n",
    "        self.spade_resblk2 = SPADEResBlk(args, 128)\n",
    "        self.spade_resblk3 = SPADEResBlk(args, 64, skip=True)\n",
    "        self.spade_resblk4 = SPADEResBlk(args, 32, skip=True)\n",
    "        self.conv = nn.utils.spectral_norm(nn.Conv2d(32, 3, kernel_size=(3,3), padding=1))\n",
    "    \n",
    "    def forward(self, x, seg):\n",
    "        x = self.linear(x)\n",
    "        x = x.view(seg.size(0), -1, 4, 4)\n",
    "        \n",
    "        x = self.spade_resblk1(x, seg)\n",
    "        x = F.interpolate(x, size=(2*4, 2*4), mode='nearest')\n",
    "        \n",
    "        x = self.spade_resblk2(x, seg)\n",
    "        x = F.interpolate(x, size=(4*4, 4*4), mode='nearest')\n",
    "        \n",
    "        x = self.spade_resblk3(x, seg)\n",
    "        x = F.interpolate(x, size=(8*4, 8*4), mode='nearest')\n",
    "        \n",
    "        x = self.spade_resblk4(x, seg)\n",
    "        x = F.interpolate(x, size=(16*4, 16*4), mode='nearest')\n",
    "\n",
    "        x = F.tanh(self.conv(x))\n",
    "        \n",
    "        return x"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 8,
   "metadata": {},
   "outputs": [],
   "source": [
    "class Discriminator(nn.Module):\n",
    "    def __init__(self):\n",
    "        super().__init__()\n",
    "        self.layer1 = custom_model1(4, 32)\n",
    "        self.layer2 = custom_model2(32, 64)\n",
    "        self.layer3 = custom_model2(64, 128)\n",
    "        self.layer4 = custom_model2(128, 256)\n",
    "        self.inst_norm = nn.InstanceNorm2d(256)\n",
    "        self.conv = nn.utils.spectral_norm(nn.Conv2d(256, 1, kernel_size=(4,4)))\n",
    "\n",
    "    def forward(self, img, seg):\n",
    "        x = torch.cat((img, seg), dim=1)\n",
    "        x = self.layer1(x)\n",
    "        x = self.layer2(x)\n",
    "        x = self.layer3(x)\n",
    "        x = self.layer4(x)\n",
    "        x = F.leaky_relu(self.inst_norm(x))\n",
    "\n",
    "        x = self.conv(x)\n",
    "        return x.squeeze()"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 9,
   "metadata": {},
   "outputs": [],
   "source": [
    "def weights_init(m):\n",
    "    classname = m.__class__.__name__\n",
    "    if classname.find('Conv') != -1:\n",
    "        nn.init.normal_(m.weight.data, 0.0, 0.02)\n",
    "    elif classname.find('BatchNorm') != -1:\n",
    "        nn.init.normal_(m.weight.data, 1.0, 0.02)\n",
    "        nn.init.constant_(m.bias.data, 0)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 10,
   "metadata": {},
   "outputs": [],
   "source": [
    "epochs = 100\n",
    "lr_gen = 0.0001\n",
    "lr_dis = 0.0004\n",
    "if torch.cuda.is_available():\n",
    "    device = torch.device('cuda')\n",
    "else:\n",
    "    raise Exception('GPU not available')\n",
    "torch.backends.cudnn.benchmark = True\n",
    "\n",
    "gen = Generator(args)\n",
    "dis = Discriminator()\n",
    "\n",
    "gen = gen.to(device)\n",
    "dis = dis.to(device)\n",
    "\n",
    "noise = torch.rand(4, 256)\n",
    "noise = noise.to(device)\n",
    "img = img.to(device)\n",
    "seg = seg.to(device)\n",
    "\n",
    "criterion = GANLoss()\n",
    "\n",
    "gen.apply(weights_init)\n",
    "dis.apply(weights_init)\n",
    "\n",
    "optim_gen = torch.optim.Adam(gen.parameters(), lr=lr_gen, betas=(0, 0.999))\n",
    "optim_dis = torch.optim.Adam(dis.parameters(), lr=lr_dis, betas=(0, 0.999))"
   ]
  },
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    {
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      "\n",
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    {
     "name": "stderr",
     "output_type": "stream",
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      "\n"
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    }
   ],
   "source": [
    "img_lists = []\n",
    "G_losses = []\n",
    "D_losses = []\n",
    "iters = 0\n",
    "\n",
    "for epoch in tqdm(range(epochs)):\n",
    "    print(f'Epoch {epoch+1}/{epochs}')\n",
    "    for i, (img, seg) in enumerate(data['train']):\n",
    "        img = img.to(device)\n",
    "        seg = seg.to(device)\n",
    "        \n",
    "        fake_img = gen(noise, seg)\n",
    "        \n",
    "        # Fake Detection and Loss\n",
    "        pred_fake = dis(fake_img, seg)\n",
    "        loss_D_fake = criterion(pred_fake, False)\n",
    "        \n",
    "        # Real Detection and Loss\n",
    "        pred_real = dis(img, seg)\n",
    "        loss_D_real = criterion(pred_real, True)\n",
    "        \n",
    "        loss_G = criterion(pred_fake, True)\n",
    "        loss_D = loss_D_fake + loss_D_real*0.5\n",
    "        \n",
    "        # Backprop\n",
    "        optim_gen.zero_grad()\n",
    "        loss_G.backward(retain_graph=True)\n",
    "        optim_gen.step()\n",
    "        \n",
    "        optim_dis.zero_grad()\n",
    "        loss_D.backward()\n",
    "        optim_dis.step()\n",
    "        \n",
    "        G_losses.append(loss_G.detach().cpu())\n",
    "        D_losses.append(loss_D.detach().cpu())\n",
    "        \n",
    "        if i%200 == 0:\n",
    "            print(\"Iteration {}/{} started\".format(i+1, len(data['train'])))\n",
    "        \n",
    "    print()\n",
    "    if epoch%20 == 0:\n",
    "        with torch.no_grad():\n",
    "            img_lists.append(fake_img.detach().cpu().numpy())"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 12,
   "metadata": {},
   "outputs": [],
   "source": [
    "torch.save(gen, 'gen.pth')"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 13,
   "metadata": {},
   "outputs": [],
   "source": [
    "torch.save(dis, 'dis.pth')"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 29,
   "metadata": {},
   "outputs": [],
   "source": [
    "g_losses = [x.item() for x in G_losses]\n",
    "d_losses = [x.item() for x in D_losses]"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 33,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "image/png": 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\n",
      "text/plain": [
       "<Figure size 1440x720 with 1 Axes>"
      ]
     },
     "metadata": {
      "needs_background": "light"
     },
     "output_type": "display_data"
    }
   ],
   "source": [
    "plt.figure(figsize=(20,10))\n",
    "plt.title('Generator and Discriminator loss during training')\n",
    "plt.plot(g_losses, label=\"G\")\n",
    "plt.plot(d_losses, label=\"D\")\n",
    "plt.xlabel(\"iterations\")\n",
    "plt.ylabel(\"Loss\")\n",
    "plt.legend()\n",
    "plt.show()"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 47,
   "metadata": {},
   "outputs": [],
   "source": [
    "temp = np.zeros((20, 3, 64, 64))\n",
    "j = 0\n",
    "for i in range(5):\n",
    "    a = img_lists[i]\n",
    "    temp[j:j+4] = a\n",
    "    j += 4 "
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 57,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "image/png": 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\n",
      "text/plain": [
       "<Figure size 1440x864 with 1 Axes>"
      ]
     },
     "metadata": {
      "needs_background": "light"
     },
     "output_type": "display_data"
    }
   ],
   "source": [
    "temp = torch.from_numpy(temp)\n",
    "def imshow(img):\n",
    "    img = img.numpy().transpose((1, 2, 0))\n",
    "    img = np.clip(img, 0, 1)\n",
    "    plt.imshow(img)\n",
    "    plt.pause(0.001)\n",
    "    plt.savefig('results')\n",
    "    \n",
    "grid_img = torchvision.utils.make_grid(temp, nrow=4)\n",
    "imshow(grid_img)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": null,
   "metadata": {},
   "outputs": [],
   "source": []
  }
 ],
 "metadata": {
  "kernelspec": {
   "display_name": "Python 3",
   "language": "python",
   "name": "python3"
  },
  "language_info": {
   "codemirror_mode": {
    "name": "ipython",
    "version": 3
   },
   "file_extension": ".py",
   "mimetype": "text/x-python",
   "name": "python",
   "nbconvert_exporter": "python",
   "pygments_lexer": "ipython3",
   "version": "3.7.3"
  }
 },
 "nbformat": 4,
 "nbformat_minor": 2
}
